Xiao-Jun Yang is a member of the Institute for Chinese Institute of Electronics and the Chinese Society of Theoretical and Applied Mechanics. My research interests are in the areas of fractal mathematics (Geometry, applied mathematics and functional analysis), fractal Mechanics (fractal elasticity and fractal fracture mechanics, fractal rock mechanics and fractional continuous mechanics in fractal media), fractional calculus and its applications, fractional differential equation, fractal differential equations of applied mathematics, local fractional differential equation, local fractional integral transforms, local fractional short-time analysis and wavelet analysis, local fractional functional analysis, local fractional calculus and its application. My academic contribution is one of founders of local fractional calculus of real and complex functions, local fractional Fourier analysis, fast Yang-Fourier transforms, local fractional calculus of complex functions, Yang-Fourier and Yang-Laplace transforms, local fractional functional analysis, local fractional short-time and wavelet transforms and discrete Yang-Fourier transforms.

About Xiao-Jun Yang

Xiao-Jun Yang is a member of the Institute for Chinese Institute of Electronics and the Chinese Society of Theoretical and Applied Mechanics. My research interests are in the areas of fractal mathematics (Geometry, applied mathematics and functional analysis), fractal Mechanics (fractal elasticity and fractal fracture mechanics, fractal rock mechanics and fractional continuous mechanics in fractal media), fractional calculus and its applications, fractional differential equation, fractal differential equations of applied mathematics, local fractional differential equation, local fractional integral transforms, local fractional short-time analysis and wavelet analysis, local fractional functional analysis, local fractional calculus and its application. My academic contribution is one of founders of local fractional calculus of real and complex functions, local fractional Fourier analysis, fast Yang-Fourier transforms, local fractional calculus of complex functions, Yang-Fourier and Yang-Laplace transforms, local fractional functional analysis, local fractional short-time and wavelet transforms and discrete Yang-Fourier transforms.